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ip 4.; > 0 cif = ow if < 0 We are currently also experimenting with updating the connection matrix in accordance with the equations suggested by Storkey (1997, 1998, 1999.) A key property of these equations is that both wages paid to, and rent paid by, each node are positively correlated to their ST
t their moment of creation. CharacterlnstanceNodes and NumberinstanceNodes are examples; they are born linked to the appropriate CharacterNodes and NumberNodes. Of course, atoms represent- ing perceived relationships, perceived groupings, etc., will not have ready-made links and will have to grow such links
e Hopfield net attractors are the maps. This algorithm has been tested in sparse Hopfield nets, using both standard Hopfield net learning rules and Storkey's modified palimpsest learning rule ISV99I, which provides greater memory capacity in a continuous learning context. The use of key neurons turns ou
t link to other nodes consisting of groupings of links of various types, etc. There are Atoms referring to basic, useful mathematical objects, e.g. NumberNodes like NumberNode #4 NumberNode #3.44 The numerical value of a NumberNode is explicitly referenced within the Atom. A core distinction is made betw
he Hopfield net attractors are the maps. This algorithm has been tested in sparse Hopfield nets, using both standard Hopfield net learning rules and Storkey’s modified palimpsest learning rule [SV99], which provides greater memory capacity in a continuous learning context. The use of key neurons turns out
at link to other nodes consisting of groupings of links of various types, etc. There are Atoms referring to basic, useful mathematical objects, e.g. NumberNodes like NumberNode #4 NumberNode #3.44 The numerical value of a NumberNode is explicitly referenced within the Atom. A core distinction is made betwe
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